Summer School of the CRC 1624: Higher structures, moduli spaces and integrability

Session

Analytic Langlands correspondence

24 Aug 2026, 10:00

Universität Hamburg

Conveners

Analytic Langlands correspondence: Part 1

• Pavel Etingof (Massachusetts Institute of Technology)

Analytic Langlands correspondence: Part 2

• Pavel Etingof (Massachusetts Institute of Technology)

Analytic Langlands correspondence: Part 3

• Pavel Etingof (Massachusetts Institute of Technology)

Analytic Langlands correspondence: Part 4

• Pavel Etingof (Massachusetts Institute of Technology)

Analytic Langlands correspondence: Part 5

• Pavel Etingof (Massachusetts Institute of Technology)

7. talk 1: Analytic Langlands correspondence

Pavel Etingof (Massachusetts Institute of Technology)

24/08/2026, 10:00

Let $G$ is a connected reductive group and $X$ a smooth irreducible projective curve, both defined over a field $F$. The goal of the global Langlands program over function fields is to do harmonic analysis on the moduli space (stack) ${\rm Bun}_G(X)$ of principal $G$-bundles on $X$, for various fields $F$. This means that we want to find the spectral decomposition for a family of commuting...

8. talk 4: Analytic Langlands correspondence

Pavel Etingof (Massachusetts Institute of Technology)

24/08/2026, 16:00

9. talk 5: Analytic Langlands correspondence

Pavel Etingof (Massachusetts Institute of Technology)

25/08/2026, 10:00

10. talk 7: Analytic Langlands correspondence

Pavel Etingof (Massachusetts Institute of Technology)

25/08/2026, 14:30

11. talk 9: Analytic Langlands correspondence

Pavel Etingof (Massachusetts Institute of Technology)

26/08/2026, 10:00